Elasticity in Graph Analytics?

A Benchmarking Framework for Elastic Graph Processing

Conference Paper (2018)
Author(s)

Alexandru Uta (Vrije Universiteit Amsterdam)

Sietse Au (Student TU Delft)

A.S. Ilyushkin (TU Delft - Data-Intensive Systems)

A. Iosup (Vrije Universiteit Amsterdam, TU Delft - Data-Intensive Systems)

Research Group
Data-Intensive Systems
Copyright
© 2018 Alexandru Uta, S.T. Au, A.S. Ilyushkin, A. Iosup
DOI related publication
https://doi.org/10.1109/CLUSTER.2018.00056
More Info
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Publication Year
2018
Language
English
Copyright
© 2018 Alexandru Uta, S.T. Au, A.S. Ilyushkin, A. Iosup
Research Group
Data-Intensive Systems
Pages (from-to)
381-391
ISBN (print)
978-1-5386-8320-0
ISBN (electronic)
978-153868319-4
Reuse Rights

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Abstract

Graphs are a natural fit for modeling concepts used in solving diverse problems in science, commerce, engineering, and governance. Responding to the diversity of graph data and algorithms, many parallel and distributed graph-processing systems exist. However, until now these platforms use a static model of deployment: they only run on a pre-defined set of machines. This raises many conceptual and pragmatic issues, including misfit with the highly dynamic nature of graph processing, and could lead to resource waste and high operational costs. In contrast, in this work we explore the benefits and drawbacks of the dynamic model of deployment. Building a threelayer benchmarking framework for assessing elasticity in graph analytics, we conduct an in-depth elasticity study of distributed graph processing. Our framework is composed of state-ofthe-art workloads, autoscalers, and metrics, derived from the LDBC Graphalytics benchmark and SPEC RG Cloud Group’s elasticity metrics. We uncover the benefits and cost of elasticity in graph processing: while elasticity allows for fine-grained resource management, and does not degrade application performance, we find that graph workloads are sensitive to data migration while leasing or releasing resources. Moreover, we identify non-trivial interactions between scaling policies and graph workloads, which add an extra level of complexity to resource management and scheduling for graph processing.

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